Calculate total energy of electron present in Bohr orbit.
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Answered by
26
Explanation:
Now, energy of an electron in n = n is En= - 13.6/ n^2 eV for hydrogen atom. Now, in Bohr's theory we come across the result:En= (1/2) ( potential energy). Therefore, (1/2)(potential energy )=-(13.6/9)eV.
Answered by
1
Answer:
Total energy of an electron in bohr orbit is given by
-13.6[z/n]²
where
n=no. of shell
z=atomic number
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